6533b835fe1ef96bd129f595
RESEARCH PRODUCT
Application of modern computer algebra systems in food formulations and development: A case study
Daniel GranatoMohamed KoubaaRalf GreinerPredrag PutnikOlga MusinaShahin RoohinejadFrancisco J. Barbasubject
0301 basic medicineEngineering[SDV.BIO]Life Sciences [q-bio]/BiotechnologyIndustrial production[SDV]Life Sciences [q-bio]PopulationFood combinatoric principles ; Food design of composite product ; Calculation of mixes ; Food formulation ; Computer algebra system ; PTC MathCAD03 medical and health sciences0404 agricultural biotechnologyDevelopment (topology)Calculation of mixesProduction (economics)Operations management[SPI.GPROC]Engineering Sciences [physics]/Chemical and Process EngineeringPTC MathCADeducation2. Zero hungereducation.field_of_study030109 nutrition & dieteticsScope (project management)Food combinatoric principlesbusiness.industryScale (chemistry)04 agricultural and veterinary sciencesSymbolic computation040401 food scienceFood formulationRisk analysis (engineering)Key (cryptography)Computer algebra systemFood design of composite productbusiness[SDV.AEN]Life Sciences [q-bio]/Food and NutritionFood ScienceBiotechnologydescription
Abstract Background Nutritional security determines the level of public health within a population while inadequate nutrition is one of the major factors in development of various health problems. This can be alleviated with sufficient and affordable access to currently available or newly designed nutritious foods. Scope and approach Formulation of new foods can be very costly, so methods able to lower design expanses are of utmost importance to the industry. Hence, the purpose of this work was to rationalize utilization of modern computerized algebraic systems (CAS) in solving traditional problems for formulating food mixtures by food combinatoric principles (FCP). Key findings and conclusions Practical aspect of FCP approach was shown in a case of formulating new food with predefined nutritional features (targeting amino acids content) from 14 components (curd and 13 varieties of grains and beans). The application of FCP in CAS saves time and provides mathematically perfect solutions. Such solutions should be tested for supplementary production parameters (sensory, feasibility, etc.) prior to industrial production of large scale quantities.
year | journal | country | edition | language |
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2017-06-01 |